使用李克特数据的k近邻估算

Per Jönsson, C. Wohlin
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引用次数: 162

摘要

许多不同领域的研究都存在数据缺失的问题。由于缺少数据,统计检验将失去效力,结果可能有偏差,或者分析可能根本不可行。有几种方法可以处理这个问题,例如通过imputation。通过估算,根据估算方法或模型将缺失值替换为估计值。在k近邻(k- nn)方法中,使用k个最相似案例的值来估算一个案例。在本文中,我们在软件工程环境中使用Likert数据对k-NN方法进行了评估。我们用不同的k值和不同的缺失数据百分比来模拟该方法。我们的研究结果表明,将k-NN方法用于李克特数据是可行的。我们建议一个合适的k值近似于完全情况数的平方根。我们还表明,通过放宽选择邻居的方法规则,该方法在大量缺失数据的情况下仍然具有很高的能力,而不会影响插值的质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An evaluation of k-nearest neighbour imputation using Likert data
Studies in many different fields of research suffer from the problem of missing data. With missing data, statistical tests will lose power, results may be biased, or analysis may not be feasible at all. There are several ways to handle the problem, for example through imputation. With imputation, missing values are replaced with estimated values according to an imputation method or model. In the k-nearest neighbour (k-NN) method, a case is imputed using values from the k most similar cases. In this paper, we present an evaluation of the k-NN method using Likert data in a software engineering context. We simulate the method with different values of k and for different percentages of missing data. Our findings indicate that it is feasible to use the k-NN method with Likert data. We suggest that a suitable value of k is approximately the square root of the number of complete cases. We also show that by relaxing the method rules with respect to selecting neighbours, the ability of the method remains high for large amounts of missing data without affecting the quality of the imputation.
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